Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_020312_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 20, 2001 |
Start Time | | 2001/11/20 20:15 |
End Time | | 2001/11/20 20:45 |
Key Words | | MagnetoSheath |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -13.82 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.92 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 181.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Emily_Hyatt_020312_2 |
Minimum Dst Value | | 0 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
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)
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